Among a group of employees, if the highest paid receives $105.40 and the wage range is $27.50, how much does the lowest paid employee earn?

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Multiple Choice

Among a group of employees, if the highest paid receives $105.40 and the wage range is $27.50, how much does the lowest paid employee earn?

Explanation:
To determine the earnings of the lowest paid employee, it's essential to understand how wage range works. The wage range is calculated by taking the difference between the highest and lowest wages. In this scenario, the highest paid employee earns $105.40, and the wage range is given as $27.50. To find the salary of the lowest paid employee, you subtract the wage range from the highest salary: Lowest Salary = Highest Salary - Wage Range Lowest Salary = $105.40 - $27.50 Lowest Salary = $77.90 Thus, the lowest paid employee earns $77.90. This calculation illustrates the relationship between the highest wage and the defining range, ensuring we correctly find the minimum earnings of the employees in this group.

To determine the earnings of the lowest paid employee, it's essential to understand how wage range works. The wage range is calculated by taking the difference between the highest and lowest wages.

In this scenario, the highest paid employee earns $105.40, and the wage range is given as $27.50. To find the salary of the lowest paid employee, you subtract the wage range from the highest salary:

Lowest Salary = Highest Salary - Wage Range

Lowest Salary = $105.40 - $27.50

Lowest Salary = $77.90

Thus, the lowest paid employee earns $77.90. This calculation illustrates the relationship between the highest wage and the defining range, ensuring we correctly find the minimum earnings of the employees in this group.

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